BEGIN:VCARD VERSION:4.0 ORG:Formic 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pMy8ICjFJtmFv2jTc1xckCe+7MOdQuSkrsweYY6SDxPMCQVwFfQN5JNnm5c1pfOS3+5h7o+5Bn/K97GWbruOeSAJLY/tSxZ0OjdtcXmepdkH5acLVinz+Gkfxgg6kP+Yxu5KH1PHPsEcofgS2/yGr7oGP6L8erFtBhxh+0idTVJ+3Pq8Jgm67OFBszC/NsqXeti1hJ+KIC5ILiqon2aOUg13CZhK0AlydQ5DKVunAPbqLUapPmEEXXI6MAXqTLg3id0pHYDiPedyTJ2jtKD3javwnHc374j7+um7SGx5/LQPOu9QQccnaiu/vv697Rwhw5nJB9gG3Jt/3/r3rvYg6jjuzX+8bV8pytYq6O2Qn9hrnXxS6lHHPGqVslycZkdckByUM15om4YRBg5/5+acmELQu35fEmQrZWN9bVjmQ1Rn9DurlHkbdF/IfkQRccSurjqV/a9epcxTX+pESgp61++HcLr5U7jKs6t+RY6Dn2uOUgPMsYKufoU45Gl07fvfVQciZeRYeJa5GF+5/q0rlkQdF65/Dv1VBT0N8hP3wsmnLRZim85apSwXp9kRF2QsFVSs5yRo1CiEEgE0N0oLuvx3asPHmO9MxWcfkuZxDR9k7XnlgPzBFUlY3jaqkWEj9s09IlYZUl+tqDp/q+V7gri0oA+JK56WflXD99sm35T6hdjHsTzhjn1tto1FDkEH8hF7Kfyd+XFd9RCf9+2WPlMl4ieOxe6zzRG3iSroaZA9XGCST6qfuBj5hFXKMn4qgrgwY6iKI2BUMeHIRk7hO14jx2P5Y8g5GD0zRfthNh9KCjqBzW+UkUFSfK6+vMI2eR3KcyzkD7azJM8uf0A1MjonEHdeU0P5P9HcrjZBgKpTlrhcf5VyvH9LCrriipcDSWz6ssuemPLh95mjZB3nEnSgeOYWjDZISolpGA52Ugc+HCd772eOfb6qgt4PbGaUYo9+Z9WK7CjhpyKICzOUCnJG7ncwRyjmcsyNG76h4dvWZPQ6lFeuP9mDm/Pi9DkcX0rQ+Y5z47uXmKdhFzMae18qHcuFSgu6OpqvN7e5rTMV5bM7rlLOP8WlMvCQW0oZVKeU45NWKcd3SqUEXXEFh8QVdqSKU2gbZHczrnpKt9Wcgg70/d3Mj+3jgz4DAChbzzOH6jJGFfRuqHz48DJLs0d+vISEls+WSRAXZgjDESVLKEA4otTVAFfUf2y76cfyC8wxl+NLCDr/y4fPMD++rVPqomxi8DOVoH+79bf7lquU89WloDr9CnO7ujrLkNoxbmwZSgh67rhKpVa8PMQcpQdsuQUd6Ldvs+5zDqXOeYE5wn40RhX0bqh8aA/lDvM7RPnxN1Ypy8dqVsSFGUIF4cPNEQYhDpVDWNTPcTRunDqUBIg6iPuYY06nlxB0+fAxtu3joZxD0FPX8coffGpv6lwNeihUp7oi66rTsBy3XaUcH5MlBF3fP8b82K66yUG11YttMzMQ25UbJQQd6Pcftu7z9qXq96Xm+XT5qQp6N1S+69jmfePK7xBVp7+wSjm+HU+KuDB9qcI/xRwEWRgkCrqfsu3jx1DnOM8cbaPYKZBb0FWec21T3q4g7OKxCPqnrVLma9BDoTrVuuGuOg3LcZtVyvEdQW5B1/m+wfy4HHHVRdU9NhHr2DNF3ZYSdL7XMb9s3edOpeqWLYc/1tL8VAW9G0MEXX6kfsHYdjwp4sL0oQKZpUY4Lh5RKuCYZguPH0Od4wJzzC3mIKegqzx3MQ+sPvfq2jiHoH+zeZ4p9a4yajlTrgY9FCrD15nbldpZ8vmZq5Tjy5BT0EvF1SFybtU7a6hPN8dYn6SilKADiS2rGVLfMtdG5c8eDDczR4qIVEHvhsrHQ9NXWZo98uMLVinT6mIxiAuTShWah6wY/cQjSgUbG8ZzXI6rATXKl5mfPx5AzIVcgq7zsNXge9bHdZ0rlXMIempHEx7zhauU8zcileGh5na1CQJUnTK9fIKENr5TyiXoJeMqJucNffXbtln6M2WdlhR0oLql/V5mnr6rfvZRdcFDifQfINVPfdvZNVnQOd+bLM0e+fEPVinL+KgY4sKkUA7hKfUT5giDUH/f2vq/tegQ5WSWErDUJh5AzIkcgq7Gyf90yGGZc3BKQZc/zrbtvNuoDpfdnID8MReU/8/Ztn2HqDplExCmTMFY/+YQdNUFS+kUVyn1MZZX2KYuwdRttbSgA/n2M8zbct+BUjiLwUwQ6BP3VdDToDK+xjyfLj/JXmKYZdGghJ+KIC5MFxW0CPW+h39UETe29CmOLir9u2z/jklzI4egAxroq9e/EdwEHg0+B6dctqYYYPkWeYZlPkQd99RVyn4dWwmoDK8ytyu1E2DApLRj/ZtD0AF/D4mrrjgOKXFiwM068+uaAx+M9cMQTCHoQMff1fw8+LYr1kXZNHRdfhX0NMieXzTPpy0WQnvw5yevUua1pyjiwrQxHFF+FYltOwgpNAHCEgEt4u8Ksi5qAMFU5lnmWJKYgxyCzm2Ll+05Njcvt/KCrvOy+Q+zOOTb5RP9TtzMJQKC8ma7zvea29XVSSvOWckBcsToWEFXWxwTV13l1jHw/Q1vbhvk8MFQTCXoQGmGvFnw51cp+4s5qIKeBvnpseb5pNSPfMnMCT4aUj+zIC5IG+WI71ml3C5kWGjum4XHj6HOcR9zLNGxYwT9BquUZp9vvu7xWebLJXLzOetPltuUFnSgBvlK87KmdDaQmYTTVynzNuo+IMbwzT0tzXaoOH28OXLE6RhBv9Yq5bC4eq75W/K0Z0SKqMu2882Ro/xjoPynEHTQJz/99kLzGKf/6JsfqIKeBtnzleb5dPkJqo4uWKWcd3DaC3FBDlEF/FlPdnWnJyi4ftq2jx9DrV89zxzhNOKSMEbQwyn3kwmKhx+x7ZmdNuqY712lnE8UVJ+/Ytt2tVF1zna3IEcHMEbQc7QV7rsTo5y3S9T5nePwFfeUQQ4fDEUfgc0h6OEFzUV2OE/VIdvtsp0z6YaKVxX0NOhcN7ONpqTEM59vM5/lAiV8lQLyTeVOQfZRgfn8daJ4RKnAephtHz+GOsfTzREPIJaEHIKukfoUnALK50sszSfhMTyNiiDpFs6UUJ6nmj8nopmD2NaQYX1ezxw57M4h6Gqvfakr/MdaWt7hMTlvOwzF1IIOSEP8fKjtn5lSPgjqTddpxghXFfR0qB3ofRhdNkH5817mmPoCY1DdxIWIqUJxb7NteZq2yKThdHWAXVTje4ltOphBhZsICuAxgr7k8g2BysPDUe+27XK3UfE25KnfHFB+etViVyepYygbU6ggV2eUS9CHQO2cq8grbXMFHucZU8ecZY65RH0OQQeqewZ2bzY/r+KDfHjO4PbrY8bGdhX0dMhXP2GeV1s8iPLn761SzhfLveooLkRIVcRV5lcsICyU/mZnLC1PS+m02ygn8rQsy3/iAcQSUQV9P+QXdlyizCmNSDFEZ8jGHVMO5mQv28/SuaTGs2L2ASS28R21MKegA+WvDYK68g+Pee0q5Xxtdy5BB4qjTzF/GQ0xpKnefe+6GIoq6OmQTWdbmk2ifKp6m0LUNUt4mvmFNCtnUsixOwUQNaLsWp52quVfnsaOSTc3xxQOHIsq6Pshv2j71K4OR9Rx3H8HOe4HdwH/00Hy+RpLt1d1yYYtOafbwdyCrsE0U8h0GJS1y4bQTmbtwBxteE5BBzoPoiZ/cEsy/G0sqqD3A2WlXfy1bfQttiWmBvWXm89WSWxLQm2XB1Rje9qInux8CcOGy5OBIAxCFYopeF6FynFdwdRFOZinnM80xxwdwRBUQd8PygS50r7U0htRGH8MBkBJUVdDB3rpRmo8SyieQmLLG7NzCzpQeb7U0myQHdQhs2wMBqboBGPMLehA53qwjVuedghV0PtB/mLdP/m1xURI+fUiEttm4F8CslEXQczs4L82cgw2voKEsfE6CZ9sewnCzpSCUGF88pAcx6U65hCpUJ1jrnunY1AF/TBUj99tXubUWJH4/0vDM8xRQtTxu2x8iHneXR1jbCPtpcQGFEsQdKAyXWJpdoTHfAsJLe9AJwVLEHQQxkOucwpV0PtBZWX1hrZAVt5dVPw80hwlRF1tlr6E547wW4p9sm21nPzQjzwUBGJh1f+pW2KmMHZWiY67JKqgHwblgmzXyxKQ1Kt0qOPY3OUcc+DrXI09FBkaA3nRKaY0Iqi4vdAcuUVrKYKuct3O0utPndFV5uIx9VX6UgQdqA3kRhX0/pDPnmSeZ1tcxNSxunWC73K0ecoquxDzy8zz6fIb1KCEC58bWfSjDGZjGKArcUGdhDq/Ps44RJ3jfHPEA4hjQBX0dsg/D7TtOk+hfMmtmAfZBpwzjs8UqBGqw6BjI/aUV6qYS9hoSCfMz5u7E1qKoAPV4S+Z55FShzrmMauUeTq/VCxJ0EuhCnp/aHBFv9vnKlh2ysc8Lc/tJDCkL1I/FLYJbmvx/Bjn7/KZqLjmAnsF/SBDX2++kD7uoBQ83FPX8amOOEQZ82Ib5pSloAp6N4gl/PT75mXv6nz2+Qsy2Pxs2waxCSXUarSKYb7X7yF4E+BfWX97oGL34eYoMRBdkqDLrzc3X3qV0hFq0MMMyw3X6Ut11DGqoO+yCrpD9nGBQL5tsbGP8vMf2mZ5phD2NZQh5KF+6PSGz7DN+bv8Jap9vc/84fRVXYYnYHrsJnxp2w6VAayfTG3MXZRT2DFpaW9P64sq6N2Qj25pfrXdd0AYjo5pgDwBeifrf3uGdfH3ts39YNjVEcbU8axPVQMtUX9LEnSgOuyzllfH6BZe3JmVQhX0XVZB30Bt9pXmeXf5LmZ4PDtK3sX69UVs3HSW+cZp/2obP/TpE/fOgKljReVZT371D9HfJxq+3fwEXRXURaV/p/laO1C6AkuiCnoa5KfvNC+/Hr7sw7jhcYX9tIbnmt/jPdV8+djHmfuW0e855nkyXawYhtRTV13F1GCWq07ODUrF7tIEXVfpn2Dp05W6imAQx9v3phq4V0HfZRX0DXR+Zpzoh1NiOWZcLvoiVjOca64FnPsm5trJhcwXNfwu8/dqXBqkg111F1PHs/Mdg4OrLyrUqd6Tf2x76lANmOVpb7RhGcdUA6fyzjBHmOcxogp6OlTXzzT3wRBR19X6vgaIcPAEK+8lx7/74pXv9n3fReXL33c3R8krzqUJOpBN3GpIsSk8hisZUNJnQhX0XVZB34bs5M2h5E+M7OtTunioL9JA9lDstfVjbVQ6zq3bj1f7iwMYNYBQWKloqf4LzI87ZFgqMUTnOMblaYdQBT0diisE5+Xmfhgi6iK+JqbaGqOOGdJ4xDB2WVcMSsfuEgWd89F58GrcvzX3S1e8yzbIbTtQWtSroO+yCvou5MNHmttQsi8Kf+/yySFyXtl4f3NstSVdmYcOpJJV0KeYJx5TUFGN6hHmKN0hToUq6P2gmR92XnqtuS9yxBfEtzHjY/qS+lRnOWXsLlHQgey6n6XZFR7zilXK8h12FfRdVkHfD/kxfDYkR7+Rsw+CnEdx/Dhz7O2H4kpVZ8BrLEnc1hhSqXNwvxPsNeRIUQW9P9Rg6VheaJsYyRX8uRh2klNdmQtLFXRdpRP3emd6l23hMbyBD5S8Sq+Cvssq6PuBD2Qz203L5i67p2R4UaEtsff2Q3GjioMkRyerxvQi8/xgiUCaC1XQh0GNlpjTTBDs6pimYDga5p48S9zA3kZUCEsVdKCY/wJLs03H4Fce5KFsmqkpgSrou6yCfhihqLNDqmxri5upGNarZgiTNFQFuoP1e9tUG2UMjZgpVo3uTyZUQR8Oyq2yP8D86XHFTZcfSzFsQL9r/tYsMKWYgyULOlDcM1BPsS88Rvf/Svm0Cvouq6C3IxR1nki/wjb2d5WhBMlTcfuPtnmvimxshQ7CoVS4Thhn0odKz/nmrKjSqII+DmFDuoX55jHyFZ1UV0eVg9RJmA9rQ8+zTaeZ1Igy41gEnSdtUwdgHIOv32q+gVWpq/Qq6Lusgp4G+fWGDZ9rGztTY3wsQyGHL7bN20eTBsBqVFQyV9KcpCs4ukglYdj7za/4wRyd4hSogp4HYbDy6k12Ygp9RpB3+bYPJeJhrHP+i8zXTAtzdS5LF3Sg2L/QPO824RRVjnD6MDeqoO+yCno6wpi8h/kOqqG9pfqi8JxvbniubZDUTvRwC5+aOmsL/hSqwPytF8MnjSyOFFXQ84E4VGPmk87qlbbrQ+JLjQp/yqeHqAEmjYZ0cefHVP8FDW9tG1Cvc9bLMQi6LgZOmM9qqD5i20KqLtichk2ASJ+7A6+Cvssq6P0QxiXt6Rsavs62bads6k9SYz/ui2L//IX5UvKwjpL9wS4zgKfPOVlb4KdSS5Aebo6TWcyBAvhM80qi/Lry20cFAPdFqqDvRzwavV3DHzUP9jjeRI1yYx5qZOyOyGCBXeRuZBuEg4o5oXZzL/NysJFEXLaQijuEaSpBB6qrJ5n7lY45ti0mx1Av1CmI63ss5Lsn2Ca/2IbYb2+y4xR0Lpqwvys+1O9cZdMI+jm27d9DlF20xyUJuhDHJuU6v+HlttuniBLskLFwh2QHy+c0vJttXvoC4ryT8Ejzk+YQc53jqeY42cUcyOl3sl1/dPH6q5RlGtaxA5/EV8nE060afof51PgbzHeFa2sskM7uyoavbvjT5le9J2wbmqlaCtR27me75Wkjb2yaUtB1BcE++dRFbE8Xd3a7ygD57sdsN79D5PW+xyjo97HdsrTx38wfUAYlyqn+8K62m3cXb7ZKmTcWckB9UQh2UEXcH93w+eZT5AxK4jLF/GfzbWKft07LTAbvMwlB3Q6qG12Zp0wXdFFizs5yVEjcGZ+sUBnZ4/re5rvgpZAtB6+9SlnRBeLp0OCQfdu55/15Db/Y/P47vmXTJDqV25qP/HkIKwZ1x3mX1oEAxdUJ87hiEBLHUEh+5zju+U3d7pQftyxSbJW992346auUeetA9nBu4oFY4HMfWZLIJ7Eytd/GQLaeauk+h5RXA74SkF1crPSxi1sH7EAIllwP6Fos7gCfntLwc8xf1sLrUBVj7L1wlnk8Miu7L73OO6rssSgPJVMKfL7RfOSCUTkbaEUFUFwhwvsaRRck4EsV8WPGqI6oouLIQLzTBw3tS5R2tIiHkBCPoaY7uQ9wU3MMKeCxIxSLFA4RpIpdSOQ1wg39K/J7tkYzMY4prjTY6sOS9RIO/uJ8xbBjPUYsNT762gWPGeqH2voi9UPFYj4W577UE3ssT+PBJTBVwFRUVFRUVFSsEQt0HyLmum/OPUtw7KOsioqKioqKo0Qs0n34n+tPXuICqphXVFRUVFTMhFikU6kr8581RxXzioqKioqKGRELdQol5qy9A9wzL3aTv6KioqKioqIbsVh3UU/Fs6FHXZ5WUVFRUVGxEMSC3UYtT2NHpVNJbFXMKyoqKioqFoFYtA9Ry9PYNvA2q5R1eVpFRUVFRcViEAv3PobL0/SS9foQXEVFRUVFxYIQi/c+Sswfuk5TxbyioqKiomJhiMU7psScN1SBKuYVFRUVFRULRCzg+8Sc5WnaiL4uT6uoqKioqFggYhEXtTzt9eavnSy6oXxFRUVFRUXFOMRCDrU87aqGN14fV59or6ioqKioWDBiMa/L0yoqKioqKo4QsZjrvvmXr3+vD8FVVFRUVFQcAUJBl5g/ZP1bFfOKioqKioojgcRcr0Kty9MqKioqKiqOEOGV+fPW39XlaRUVFRUVFUeG/zAX8z9q+OFW355WUVFRUVFxlEDML7fN8rQq5hUVFRUVFUeIP2142/XfdXlaRUVFRUXFEeL/Aaom2PvwA6u/AAAAAElFTkSuQmCC EMAIL:hi@formic.co TEL;WORK;VOICE:(844) 4-FORMIC TEL;WORK;FAX: ADR;WORK:;;445 W Erie St Unit 101;Chicago;IL;60654 United States URL;WORK:Formic.co NOTE:Robotics\n\nFormic is a robotics company pioneering an easier and more productive way to automate. Formic enables small-to-medium sized manufacturers to grow their business by making it easy to afford, deploy, and scale robotic automation.公司独有生产率模型消除传统设备采购的风险、资本成本和闲置问题,即由制造商负责确保成功。Formic公司使用Formic公司,制造商在系统工作前不支付费用,而他们只支付END:VCARD